Conic optimization is a significant and thriving research area within the optimization
community. Conic optimization is the general class of problems concerned with optimizing a …

The concept of penalizing jobs both for being tardy and for being early has proven one of
most important and fertile research topics in Operations Research. In this survey, we …

In this paper, we study combinatorial and structural properties of a new class of finite and
infinite words that are 'rich'in palindromes in the utmost sense. A characteristic property of …

In this paper, we survey the rich theory of infinite episturmian words which generalize to any
finite alphabet, in a rather resembling way, the well-known family of Sturmian words on two …

Early mathematics has been either “geometry”,“arithmetics”, or “algebra”, hence essentially
discrete. At the times of Newton and Leibnitz it was found that working with continua is, in …

DIGITAL GEOMETRY is, simply put, the geometry of the computer screen. Mathematical
morphology is, in equally simple words, the theory and practice of transformations of sets …

We study aperiodic balanced sequences over finite alphabets. A sequence v of this type is
fully characterised by a Sturmian sequence u and two constant gap sequences y and y …

We consider the problem of computing a sequence of rankings that maximizes consumer-
side utility while minimizing producer-side individual unfairness of exposure. While prior …

In a recent paper of Rampersad et al., the authors conjectured that the smallest possible
critical exponent of an infinite balanced word over a 5-letter alphabet is 3/2. We prove this …

G. Rauzy showed that the Tribonacci minimal subshift generated by the morphism τ: 0↦ 01,
1↦ 02 and 2↦ 0 is measure-theoretically conjugate to an exchange of three fractal domains …